mln::internal::site_set_base_< P, E > Struct Template Reference

A base class for site set classes. More...

#include <site_set_base.hh>

Inheritance diagram for mln::internal::site_set_base_< P, E >:

List of all members.

Public Types
typedef Site_Set< void >	category
typedef E	exact_t
typedef subject< P >::ret	site
	Site associated type.
Public Member Functions
bool	is_empty () const
	Test if the site set is empty.
Protected Member Functions
	site_set_base_ ()
Private Member Functions
bool	is_empty_ () const
Related Functions
(Note that these are not member functions.)
template<typename Sl , typename Sr >
p_set< typename Sl::site >	diff (const Site_Set< Sl > &lhs, const Site_Set< Sr > &rhs)
	Set theoretic difference of lhs and rhs.
template<typename Sl , typename Sr >
p_set< typename Sl::site >	inter (const Site_Set< Sl > &lhs, const Site_Set< Sr > &rhs)
	Intersection between a couple of point sets.
template<typename Sl , typename Sr >
bool	operator< (const Site_Set< Sl > &lhs, const Site_Set< Sr > &rhs)
	Strict inclusion test between site sets lhs and rhs.
template<typename S >
std::ostream &	operator<< (std::ostream &ostr, const Site_Set< S > &set)
	Print a site set set into the output stream ostr.
template<typename Sl , typename Sr >
bool	operator<= (const Site_Set< Sl > &lhs, const Site_Set< Sr > &rhs)
	Inclusion test between site sets lhs and rhs.
template<typename Sl , typename Sr >
bool	operator== (const Site_Set< Sl > &lhs, const Site_Set< Sr > &rhs)
	Equality test between site sets lhs and rhs.
template<typename Sl , typename Sr >
p_set< typename Sl::site >	sym_diff (const Site_Set< Sl > &lhs, const Site_Set< Sr > &rhs)
	Set theoretic symmetrical difference of lhs and rhs.
template<typename Sl , typename Sr >
p_set< typename Sl::site >	uni (const Site_Set< Sl > &lhs, const Site_Set< Sr > &rhs)
	Union of a couple of point sets.
template<typename S >
p_set< typename S::site >	unique (const Site_Set< S > &s)
	Give the unique set of s.

---

Detailed Description

template<typename P, typename E>
struct mln::internal::site_set_base_< P, E >

A base class for site set classes.

Template Parameters:

	P	The psite type of what is ``contained'' in the site set, not the psite of the site set (which is different, and defined by the site set itself).
	E	The exact type of the site set.

Definition at line 52 of file site_set_base.hh.

---

Member Typedef Documentation

template<typename E>

typedef Site_Set<void> mln::Site_Set< E >::category [inherited]

Reimplemented from mln::Object< E >.

Definition at line 67 of file mln/core/concept/site_set.hh.

template<typename E>

typedef E mln::Object< E >::exact_t [inherited]

Definition at line 173 of file object.hh.

template<typename P, typename E>

typedef subject<P>::ret mln::internal::site_set_base_< P, E >::site

Site associated type.

Definition at line 55 of file site_set_base.hh.

---

Constructor & Destructor Documentation

template<typename P , typename E >

mln::internal::site_set_base_< P, E >::site_set_base_

(

)

[inline, protected]

Definition at line 77 of file site_set_base.hh.

---

Member Function Documentation

template<typename P , typename E >

bool mln::internal::site_set_base_< P, E >::is_empty

(

)

const [inline]

Test if the site set is empty.

This final method dispatches to is_empty_ whose default implementation relies on the 'nsites' method.

Definition at line 84 of file site_set_base.hh.

References mln::exact().

Referenced by mln::p_line2d::is_valid().

template<typename P , typename E >

bool mln::internal::site_set_base_< P, E >::is_empty_

(

)

const [inline, private]

Reimplemented in mln::p_mutable_array_of< S >.

Definition at line 92 of file site_set_base.hh.

References mln::exact().

---

Friends And Related Function Documentation

template<typename Sl , typename Sr >

p_set< typename Sl::site > diff	(	const Site_Set< Sl > &	lhs,
		const Site_Set< Sr > &	rhs
	)			[related, inherited]

Set theoretic difference of lhs and rhs.

Definition at line 66 of file set/diff.hh.

template<typename Sl , typename Sr >

p_set< typename Sl::site > inter	(	const Site_Set< Sl > &	lhs,
		const Site_Set< Sr > &	rhs
	)			[related, inherited]

Intersection between a couple of point sets.

Definition at line 62 of file set/inter.hh.

template<typename Sl , typename Sr >

bool operator<	(	const Site_Set< Sl > &	lhs,
		const Site_Set< Sr > &	rhs
	)			[related, inherited]

Strict inclusion test between site sets lhs and rhs.

Parameters:

[in]	lhs	A site set (strictly included?).
[in]	rhs	Another site set (includer?).

Definition at line 479 of file operators.hh.

template<typename S >

std::ostream & operator<<	(	std::ostream &	ostr,
		const Site_Set< S > &	set
	)			[related, inherited]

Print a site set set into the output stream ostr.

Parameters:

[in,out]	ostr	An output stream.
[in]	set	A site set.

Returns:

The modified output stream ostr.

Definition at line 505 of file operators.hh.

template<typename Sl , typename Sr >

bool operator<=	(	const Site_Set< Sl > &	lhs,
		const Site_Set< Sr > &	rhs
	)			[related, inherited]

Inclusion test between site sets lhs and rhs.

Parameters:

[in]	lhs	A site set (included?).
[in]	rhs	Another site set (includer?).

Definition at line 491 of file operators.hh.

template<typename Sl , typename Sr >

bool operator==	(	const Site_Set< Sl > &	lhs,
		const Site_Set< Sr > &	rhs
	)			[related, inherited]

Equality test between site sets lhs and rhs.

Parameters:

[in]	lhs	A site set.
[in]	rhs	Another site set.

Definition at line 467 of file operators.hh.

template<typename Sl , typename Sr >

p_set< typename Sl::site > sym_diff	(	const Site_Set< Sl > &	lhs,
		const Site_Set< Sr > &	rhs
	)			[related, inherited]

Set theoretic symmetrical difference of lhs and rhs.

Definition at line 65 of file sym_diff.hh.

template<typename Sl , typename Sr >

p_set< typename Sl::site > uni	(	const Site_Set< Sl > &	lhs,
		const Site_Set< Sr > &	rhs
	)			[related, inherited]

Union of a couple of point sets.

Definition at line 61 of file uni.hh.

template<typename S >

p_set< typename S::site > unique

(

const Site_Set< S > &

s

)

[related, inherited]

Give the unique set of s.

Definition at line 61 of file unique.hh.